【實用教育app】Maths for Engineers - 1 (1)|最夯免費app

This unique free application is for all students across the world. It covers 80 topics of Maths 1 in detail. These 80 topics are divided in 5 units.

Each topic is around 600 words and is complete with diagrams, equations and other forms of graphical representations along with simple text explaining the concept in detail.

This USP of this application is "ultra-portability". Students can access the content on-the-go from anywhere they like.

Basically, each topic is like a detailed flash card and will make the lives of students simpler and easier.

Some of topics Covered in this application are:

1. Leibnitz Theorem

2. Problems on Leibnitz Theorem

3. Differential Calculus-I

4. Radius of Curvature

5. Radius of Curvature in Parametric Form

6. Problems on Radius of Curvature

7. Radius of Curvature in Polar Form

8. Cauchy’s Mean Value Theorem

9. Taylor’s Theorem

10. Problems on Fundamental Theorem

11. Partial Derivatives

12. Euler Lagrange Equation

13. Curve Tracing

14. Change of Variable Theorem

15. Problems on Differential Calculus I

16. Indeterminate Forms

17. Problems on L' Hospital Rule

18. Various Indeterminate Forms

19. Problems on Various Indeterminate Forms

20. Taylor’s Theorem For Function of Two Variables

21. Problems on Taylor's Theorem

22. Maxima And Minima of Function of Two Variables

23. Problems Maxima And Minima of Function of Two Variables

24. Lagrange’s Method of Undetermined Multipliers

25. Problems on Lagrange’s Method of Undetermined Multipliers

26. Polar Curves

27. Problems on Polar Curve

28. Jacobian of Transformation

29. Extrema of Function of Several Variables

30. Problems on Differential Calculus II

31. Multiple Integrals

32. Problems on Multiple Integral

33. Double Integral by Changing the Order of Integration

34. Applications to Area and Volume

35. Problems on Applications to Area and Volume

36. Beta And Gamma Function

37. Relationship between Beta and Gamma Functions

38. Problems on Beta and Gamma Functions

39. Dirichlet Integral

40. Dirichlet Integral and Fourier Series

41. Problems on Dirichlet Integrals

42. Triple Integrals

43. Triple Integrals using Cylindrical Coordinates

44. Problems on Integrals

45. Objective Question on Integrals

46. Vector Functions

47. Vector Line Integral

48. Green's Theorem

49. Gauss Divergence Theorem

50. Stoke Theorem

51. Surface and Volume Integrals

52. Problems on Integrals Theorem

53. Directional Derivative of Vector

54. Vector Gradient

55. Theorem of Line Integral

56. Orthogonal Curvilinear Coordinates

57. Differential Operators

58. Divergence of Vector

59. Curl of Vector

60. Problems on Vector Calculus

61. Introduction of Matrices

62. Properties of Matrices

63. Scalar Multiplication

64. Matrix Multiplication

65. Transpose of Matrix

66. Nonsingular Matrix

67. Echelon Form of Matrix

68. Determinant

69. Properties of Determinants

70. System of Linear Equation

71. Solution to a Linear System

72. Solution to Linear System by Inverse Method

73. Rank and Trace of Matrix

74. Cayley-Hamilton Theorem

75. Eigenvalues and Eigenvector

76. Method of Finding Eigenvalues and Eigenvectors

77. Diagonalisation of Matrices

78. Unitary Matrices

79. Idempotent Matrices

80. Problems on Matrices

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